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Binary search trees representing - PowerPoint PPT Presentation

Priority Queues

Priority Queues

Priority Queues. Two kinds of priority queues: Min priority queue. Max priority queue. Complexity Of Operations. Sorted List Insert O(N) Delete O(1) Unsorted List Insert O(1) Delete O(N). Heaps. Two key properties Heap shape Complete binary tree Value at node

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697 views • 56 slides
Binary Trees, Binary Search Trees

Binary Trees, Binary Search Trees

Binary Trees, Binary Search Trees. Trees. Linear access time of linked lists is prohibitive Does there exist any simple data structure for which the running time of most operations (search, insert, delete) is O(log N)?. Trees. A tree is a collection of nodes The collection can be empty

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475 views • 29 slides
Binary Trees, Binary Search Trees

Binary Trees, Binary Search Trees

Binary Trees, Binary Search Trees. Trees. Linear access time of linked lists is prohibitive Does there exist any simple data structure for which the running time of most operations (search, insert, delete) is O(log N)?. Trees. A tree is a collection of nodes The collection can be empty

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418 views • 29 slides
Binary Trees, Binary Search Trees

Binary Trees, Binary Search Trees

CMPS 2133 Spring 2008. Binary Trees, Binary Search Trees. Trees. Linear access time of linked lists is prohibitive Does there exist any simple data structure for which the running time of most operations (search, insert, delete) is O(log N)?. Trees. A tree is a collection of nodes

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673 views • 29 slides
Binary Trees, Binary Search Trees

Binary Trees, Binary Search Trees

COMP171 Fall 2005. Binary Trees, Binary Search Trees. Trees. Linear access time of linked lists is prohibitive Does there exist any simple data structure for which the running time of most operations (search, insert, delete) is O(log N)?. Trees. A tree is a collection of nodes

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444 views • 29 slides
Binary Trees, Binary Search Trees

Binary Trees, Binary Search Trees

Binary Trees, Binary Search Trees. Trees. Linear access time of linked lists is prohibitive Does there exist any simple data structure for which the running time of most operations (search, insert, delete) is O(log N)?. Trees. A tree is a collection of nodes The collection can be empty

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329 views • 29 slides

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